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[65]={
["id"]=65,
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[2]=2e+014,
[3]=1.2e+015,
},
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[2]=5302,
[3]=5303,
},
["probability"]={
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[2]=80,
[3]=10,
},
},
[66]={
["id"]=66,
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[1]=2e+014,
[2]=4e+014,
[3]=3e+015,
},
["petIds"]={
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[2]=5402,
[3]=5403,
},
["probability"]={
[1]=250,
[2]=80,
[3]=10,
},
},
[67]={
["id"]=67,
["boostIds"]={
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[2]=6e+014,
[3]=4.5e+015,
},
["petIds"]={
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[2]=5502,
[3]=5503,
},
["probability"]={
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[2]=50,
[3]=10,
},
},
[68]={
["id"]=68,
["boostIds"]={
[1]=4.5e+014,
[2]=9e+014,
[3]=6.8e+015,
},
["petIds"]={
[1]=5601,
[2]=5602,
[3]=5603,
},
["probability"]={
[1]=250,
[2]=80,
[3]=15,
},
},
[69]={
["id"]=69,
["boostIds"]={
[1]=6.8e+014,
[2]=1.4e+015,
[3]=1e+016,
},
["petIds"]={
[1]=5701,
[2]=5702,
[3]=5703,
},
["probability"]={
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[2]=80,
[3]=30,
},
},
[70]={
["id"]=70,
["boostIds"]={
[1]=1e+015,
[2]=2.1e+015,
[3]=1.5e+016,
},
["petIds"]={
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[2]=5802,
[3]=5803,
},
["probability"]={
[1]=150,
[2]=80,
[3]=30,
},
},
[71]={
["id"]=71,
["boostIds"]={
[1]=1.5e+015,
[2]=3.2e+015,
[3]=2.3e+016,
},
["petIds"]={
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[2]=5902,
[3]=5903,
},
["probability"]={
[1]=150,
[2]=80,
[3]=15,
},
},
[72]={
["id"]=72,
["boostIds"]={
[1]=2.3e+015,
[2]=4.8e+015,
[3]=3.5e+016,
},
["petIds"]={
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[2]=6002,
[3]=6003,
},
["probability"]={
[1]=300,
[2]=80,
[3]=10,
},
},
[73]={
["id"]=73,
["boostIds"]={
[1]=3.5e+015,
[2]=7.2e+015,
[3]=5.3e+016,
},
["petIds"]={
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[2]=6102,
[3]=6103,
},
["probability"]={
[1]=250,
[2]=80,
[3]=10,
},
},
[74]={
["id"]=74,
["boostIds"]={
[1]=5.3e+015,
[2]=1.1e+016,
[3]=8e+016,
},
["petIds"]={
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[2]=6202,
[3]=6203,
},
["probability"]={
[1]=250,
[2]=50,
[3]=10,
},
},
[75]={
["id"]=75,
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[2]=1.7e+016,
[3]=1.2e+017,
},
["petIds"]={
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[2]=6302,
[3]=6303,
},
["probability"]={
[1]=250,
[2]=80,
[3]=15,
},
},
[76]={
["id"]=76,
["boostIds"]={
[1]=1.2e+016,
[2]=2.6e+016,
[3]=1.8e+017,
},
["petIds"]={
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[2]=6402,
[3]=6403,
},
["probability"]={
[1]=255,
[2]=85,
[3]=21,
},
},
[77]={
["id"]=77,
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[1]=1.8e+016,
[2]=3.9e+016,
[3]=2.7e+017,
},
["petIds"]={
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[2]=6502,
[3]=6503,
},
["probability"]={
[1]=260,
[2]=90,
[3]=27,
},
},
[78]={
["id"]=78,
["boostIds"]={
[1]=2.7e+016,
[2]=5.9e+016,
[3]=4.1e+017,
},
["petIds"]={
[1]=6601,
[2]=6602,
[3]=6603,
},
["probability"]={
[1]=265,
[2]=95,
[3]=33,
},
},
[79]={
["id"]=79,
["boostIds"]={
[1]=4.1e+016,
[2]=8.9e+016,
[3]=6.2e+017,
},
["petIds"]={
[1]=6701,
[2]=6702,
[3]=6703,
},
["probability"]={
[1]=270,
[2]=100,
[3]=39,
},
},
[80]={
["id"]=80,
["boostIds"]={
[1]=6.2e+016,
[2]=1.3e+017,
[3]=9.3e+017,
},
["petIds"]={
[1]=6801,
[2]=6802,
[3]=6803,
},
["probability"]={
[1]=275,
[2]=105,
[3]=45,
},
},
[81]={
["id"]=81,
["boostIds"]={
[1]=9.3e+016,
[2]=2e+017,
[3]=1.4e+018,
},
["petIds"]={
[1]=6901,
[2]=6902,
[3]=6903,
},
["probability"]={
[1]=280,
[2]=110,
[3]=51,
},
},
[82]={
["id"]=82,
["boostIds"]={
[1]=1.4e+017,
[2]=3e+017,
[3]=2.1e+018,
},
["petIds"]={
[1]=7001,
[2]=7002,
[3]=7003,
},
["probability"]={
[1]=285,
[2]=115,
[3]=57,
},
},
[83]={
["id"]=83,
["boostIds"]={
[1]=2.1e+017,
[2]=4.5e+017,
[3]=3.2e+018,
},
["petIds"]={
[1]=7101,
[2]=7102,
[3]=7103,
},
["probability"]={
[1]=290,
[2]=120,
[3]=63,
},
},
[84]={
["id"]=84,
["boostIds"]={
[1]=3.2e+017,
[2]=6.8e+017,
[3]=4.8e+018,
},
["petIds"]={
[1]=7201,
[2]=7202,
[3]=7203,
},
["probability"]={
[1]=150,
[2]=80,
[3]=30,
},
},
[85]={
["id"]=85,
["boostIds"]={
[1]=4.8e+017,
[2]=1e+018,
[3]=7.2e+018,
},
["petIds"]={
[1]=7301,
[2]=7302,
[3]=7303,
},
["probability"]={
[1]=300,
[2]=80,
[3]=60,
},
},
[86]={
["id"]=86,
["boostIds"]={
[1]=7.2e+017,
[2]=1.5e+018,
[3]=1.1e+019,
},
["petIds"]={
[1]=7401,
[2]=7402,
[3]=7403,
},
["probability"]={
[1]=150,
[2]=80,
[3]=15,
},
},
[87]={
["id"]=87,
["boostIds"]={
[1]=1.1e+018,
[2]=2.3e+018,
[3]=1.7e+019,
},
["petIds"]={
[1]=7501,
[2]=7502,
[3]=7503,
},
["probability"]={
[1]=300,
[2]=80,
[3]=10,
},
},
[88]={
["id"]=88,
["boostIds"]={
[1]=1.7e+018,
[2]=3.5e+018,
[3]=2.6e+019,
},
["petIds"]={
[1]=7601,
[2]=7602,
[3]=7603,
},
["probability"]={
[1]=250,
[2]=80,
[3]=10,
},
},
[89]={
["id"]=89,
["boostIds"]={
[1]=2.6e+018,
[2]=5.3e+018,
[3]=3.9e+019,
},
["petIds"]={
[1]=7701,
[2]=7702,
[3]=7703,
},
["probability"]={
[1]=250,
[2]=50,
[3]=10,
},
},
[90]={
["id"]=90,
["boostIds"]={
[1]=3.9e+018,
[2]=8e+018,
[3]=5.9e+019,
},
["petIds"]={
[1]=7801,
[2]=7802,
[3]=7803,
},
["probability"]={
[1]=250,
[2]=80,
[3]=15,
},
},
[91]={
["id"]=91,
["boostIds"]={
[1]=5.9e+018,
[2]=1.2e+019,
[3]=8.9e+019,
},
["petIds"]={
[1]=7901,
[2]=7902,
[3]=7903,
},
["probability"]={
[1]=255,
[2]=85,
[3]=21,
},
},
[92]={
["id"]=92,
["boostIds"]={
[1]=8.9e+018,
[2]=1.8e+019,
[3]=1.3e+020,
},
["petIds"]={
[1]=8001,
[2]=8002,
[3]=8003,
},
["probability"]={
[1]=260,
[2]=90,
[3]=27,
},
},
[93]={
["id"]=93,
["boostIds"]={
[1]=1.3e+019,
[2]=2.7e+019,
[3]=2e+020,
},
["petIds"]={
[1]=8101,
[2]=8102,
[3]=8103,
},
["probability"]={
[1]=265,
[2]=95,
[3]=33,
},
},
[94]={
["id"]=94,
["boostIds"]={
[1]=2e+019,
[2]=4.1e+019,
[3]=3e+020,
},
["petIds"]={
[1]=8201,
[2]=8202,
[3]=8203,
},
["probability"]={
[1]=270,
[2]=100,
[3]=39,
},
},
[95]={
["id"]=95,
["boostIds"]={
[1]=3e+019,
[2]=6.2e+019,
[3]=4.5e+020,
},
["petIds"]={
[1]=8301,
[2]=8302,
[3]=8303,
},
["probability"]={
[1]=275,
[2]=105,
[3]=45,
},
},
[96]={
["id"]=96,
["boostIds"]={
[1]=4.5e+019,
[2]=9.3e+019,
[3]=6.8e+020,
},
["petIds"]={
[1]=8401,
[2]=8402,
[3]=8403,
},
["probability"]={
[1]=280,
[2]=110,
[3]=51,
},
},
[97]={
["id"]=97,
["boostIds"]={
[1]=6.8e+019,
[2]=1.4e+020,
[3]=1e+021,
},
["petIds"]={
[1]=8501,
[2]=8502,
[3]=8503,
},
["probability"]={
[1]=285,
[2]=115,
[3]=57,
},
},
[98]={
["id"]=98,
["boostIds"]={
[1]=1e+020,
[2]=2.1e+020,
[3]=1.5e+021,
},
["petIds"]={
[1]=8601,
[2]=8602,
[3]=8603,
},
["probability"]={
[1]=290,
[2]=120,
[3]=63,
},
},
[99]={
["id"]=99,
["boostIds"]={
[1]=1.5e+020,
[2]=3.2e+020,
[3]=2.3e+021,
},
["petIds"]={
[1]=8701,
[2]=8702,
[3]=8703,
},
["probability"]={
[1]=150,
[2]=80,
[3]=30,
},
},
[100]={
["id"]=100,
["boostIds"]={
[1]=2.3e+020,
[2]=4.8e+020,
[3]=3.5e+021,
},
["petIds"]={
[1]=8801,
[2]=8802,
[3]=8803,
},
["probability"]={
[1]=150,
[2]=80,
[3]=40,
},
},
} 
 return data